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@tvalimaki
Created March 22, 2021 19:25
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Laskelmia veden kovuuden vaikutuksesta kalkin muodostumiseen
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{
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Veden kovuuden vaikutus espressokoneen kalkinmuodostumiseen\n",
"\n",
"Aiemmin tein espressokoneelleni kalkinpoiston noin vuoden välein. En varsinaisesti huomannut mitään oireita, jotka olisivat minut tähän kannustaneet, enkä mitään positiivisia vaikutuksia kalkinpoiston suoritettuani. Kyseessä oli siis lähinnä hankala ja epämieluisa toimenpide, joka tuli tehdä koska internetin isoilla palstoilla niin käsketään.\n",
"\n",
"Tutustuessani tarkemmin kalkinpoiston todelliseen tarpeeseen, törmäsin Jim Shulmanin [_älyttömän pitkään vesitietopakettiin_](http://users.rcn.com/erics/Water%20Quality/Water%20FAQ.pdf), jonka innoittamana päätin laskea varsinaisen kalkinpoistotarpeen käyttämälleni vesijohtovedelle. Laskut olen nyt koostanut tähän Python Notebookiin, jota asiasta kiinnostuneet voivat käyttää myös omien arvioidensa tukena, muuttamalla tilalle omaan tilanteeseen sopivat lähtöarvot.\n",
"\n",
"Laskut on tehty koneelle, jossa on erilliset uutto- ja höyryboilerit. HX koneelle höyryboilerin osuus lasketaan vastaavasti, mutta lämmönvaihtimen kalkinmuodostuminen on monimutkaisempaa, sillä seisoessaan käyttämättömänä lämmönvaihtimen sisäisen veden lämpötila nousee lähelle höyryboilerin lämpötilaa, mutta uutettaessa useampi shotti kerrallaan, myöhemmät vesimäärät lämpenevät vain matalampaan uuttolämpötilaan. Vastaavasti yksiboilerisen koneen kalkinmuodostumisen arviointi on vielä hankalampaa.\n",
"\n",
"Aloitamme siis lataamalla tarvittavat python moduulit:"
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [],
"source": [
"import numpy as np\n",
"import scipy.optimize\n",
"import matplotlib.pyplot as plt"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Tampereen Vesi tarjoaa mittaustietoa vedenlaadusta [nettisivuillaan](https://www.tampere.fi/vesi/toiminta/vedenlaatu.html). Pirkkalaan vesi pumpataan Ruskon pintavesilaitokselta, jonka käyttötarkkailutiedoissa esitetään seuraavat mittausarvot. Käytin laskuissani maksimiarvoja, jotta saan mahdollisimman epäedullisen kuvan kalkinmuodostumisesta."
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [],
"source": [
"bikarbonaatti = 43 # mg/l\n",
"kalsium = 21 # mg/l\n",
"magnesium = 1.9 # mg/l"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Käyttäen Shulmanin esittämää kaavaa, näistä voidaan laskea _CaCO3_-ekvivalentti kokonaiskovuus ja -alkaliteetti."
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Kovuus: 60.48 mg/l\n",
"Alkaliteetti: 35.26 mg/l\n"
]
}
],
"source": [
"alkaliteetti = 0.82 * bikarbonaatti # mg/l CaCO3 equivalent\n",
"kovuus = 2.5 * kalsium + 4.2 * magnesium # mg/l CaCO3 equivalent\n",
"\n",
"H = kovuus\n",
"A = alkaliteetti\n",
"\n",
"print(f'Kovuus: {H} mg/l')\n",
"print(f'Alkaliteetti: {A} mg/l')"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Kun tarkastellaan Schulmanin FAQ:n mukaisesti _Langelier_-indeksiä ja kalkin muodostumista eri lämpötiloissa, huomataan, että staattisessa tilanteessa Pirkkalan vedestä ei saostu ollenkaan kalkkia uutto-, eikä höyryboilereihin."
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Uuttoboileri: 95 °C\n",
"Langelier index: -0.529\n",
"Kalkin muodostus per litra: 0.00 mg\n",
"\n",
"Höyryboileri: 125 °C\n",
"Langelier index: -0.082\n",
"Kalkin muodostus per litra: 0.00 mg\n"
]
}
],
"source": [
"def langelier_index(H, A, T):\n",
" return 13.12 * np.log10(T + 273) + np.log10(H) + 2.465 * np.log10(A) - np.log10(max(A, H)) / 10 - 39.61\n",
"\n",
"def scaling_per_litre(x, H, A, T):\n",
" #return 0.9 * np.log10(H - x) + 2.465 * np.log10(A - x) - 39.61 + 13.12 * np.log10(T + 273)\n",
" return np.log10(H - x) + 2.365 * np.log10(A - x) - 39.61 + 13.12 * np.log10(T + 273)\n",
"\n",
"def get_scaling_per_litre(H, A, T):\n",
" x = scipy.optimize.broyden1(lambda x: scaling_per_litre(x, H, A, T), 1, f_tol=1e-14)\n",
" return max(0, float(x))\n",
"\n",
"T = 95\n",
"print(f'Uuttoboileri: {T} °C')\n",
"print(f'Langelier index: {langelier_index(H, A, T):.3f}')\n",
"print(f'Kalkin muodostus per litra: {get_scaling_per_litre(H, A, T):.2f} mg\\n')\n",
"\n",
"T = 125\n",
"print(f'Höyryboileri: {T} °C')\n",
"print(f'Langelier index: {langelier_index(H, A, T):.3f}')\n",
"print(f'Kalkin muodostus per litra: {get_scaling_per_litre(H, A, T):.2f} mg')"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Uuttoboilerin osalta tarkastelu päättyy tähän, sillä kaksiboilerisessa keittimessä veden lämpötila ei merkittävästi ylitä asetusarvoaan, eikä veden koostumus muutu.\n",
"\n",
"Höyryboilerissa olevan veden koostumus sen sijaan muuttuu jatkuvasti. Kun boilerista lasketaan höyryä, kaikki vedessä ollut kiintoaines jää boileriin: veden kovuus ja alkaliteetti siis nousevat. Veden laskemisella sen sijaan ei ole suoraa vaikutusta veden koostumukseen. Luonnollisesti molemmissa tapauksissa boileriin syntynyt vajaus täytetään alkuperäistä koostumusta olevalla vesijohtovedellä.\n",
"\n",
"Koska veden laskeminen ei huononna tilannetta, jätetään sekin yksinkertaistuksen vuoksi tarkastelun ulkopuolelle. Americanoja voi siis huoletta laskea vierailleen, eikä kalkinmuodostus ainakaan ylitä laskettua _pahinta mahdollista_ tapausta. Valittuun tarkasteluun voi toki myös vaikuttaa allekirjoittaneen oma kahvinkulutus: cappuccino aamuisin, espresso iltapäivällä ja viikonloppuaamuisin myös puolisolle latte.\n",
"\n",
"Tässä kohtaa tarkastelu myös poikkeaa Schulmanin laskumetodeista, sillä allekirjoittaneen mielestä niissä ei ole mitään järkeä."
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [],
"source": [
"def simulated_scaling(\n",
" H, A, T, # kovuus [mg/l], alkaliteetti [mg/l], lämpötila [°C]\n",
" days=365, # tarkastelujakson pituus [päivää]\n",
" boiler_size=1.5, # höyryboilerin koko [l]\n",
" steam_amount=0.02, # käytetyn höyryn määrä per cappuccino [l]\n",
" cappuccinos=1, # tehtyjen cappuccinojen määrä [kpl]\n",
" flush=np.nan # boilerin tyhjennysväli [päivää]\n",
"):\n",
" # Lähtötilanne\n",
" scale = [0] * days\n",
" Ht = [H] * days\n",
" At = [A] * days\n",
"\n",
" days_since_flush = 0\n",
"\n",
" for d in range(days):\n",
" for _ in range(cappuccinos):\n",
" # Lasketaan ensin paljonko kalkkia muodostuu...\n",
" s = get_scaling_per_litre(Ht[d], At[d], T)\n",
" scale[d] += boiler_size * s\n",
" \n",
" # ...sitten boilerin veden uusi koostumus\n",
" Ht[d] = ((Ht[d] - s) * boiler_size + H * steam_amount) / boiler_size\n",
" At[d] = ((At[d] - s) * boiler_size + A * steam_amount) / boiler_size\n",
" \n",
" # Mikäli on aika, vaihdetaan boilerin vesi kokonaan\n",
" days_since_flush += 1\n",
" try:\n",
" if days_since_flush > flush:\n",
" Ht[d + 1] = H\n",
" At[d + 1] = A\n",
" days_since_flush = 0\n",
" else:\n",
" Ht[d + 1] = Ht[d]\n",
" At[d + 1] = At[d]\n",
" except IndexError:\n",
" pass\n",
" \n",
" # Piirretään kuvaajat tarkastelujaksolta\n",
" ax1 = plt.gca()\n",
"\n",
" color = 'tab:red'\n",
" ax1.plot(range(days), np.cumsum(scale), color=color)\n",
" ax1.set_xlabel('Päiviä tarkastelun alusta')\n",
" ax1.set_ylabel('Kalkki [mg]', color=color)\n",
" ax1.tick_params(axis='y', labelcolor=color)\n",
"\n",
" ax2 = ax1.twinx()\n",
"\n",
" color = 'tab:blue'\n",
" ax2.plot(Ht, label='Kovuus', color=color, linestyle='--')\n",
" ax2.plot(At, label='Alkaliteetti', color=color, linestyle=':')\n",
" ax2.set_ylabel('mg/l', color=color)\n",
" ax2.tick_params(axis='y', labelcolor=color)\n",
" ax2.legend()\n",
" \n",
" return np.sum(scale), ax1, ax2"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Nyt voimme helposti tarkkailla eri tilanteita: kuinka monta cappuccinoa päivässä tehdään ja kuinka usein boilerin vesi vaihdetaan?"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [
{
"data": {
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\n",
"text/plain": [
"<Figure size 1036.8x1036.8 with 18 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"fig, ax = plt.subplots(3, 3, figsize=(3 * 4.8, 3 * 4.8))\n",
"\n",
"cappuccinos = range(1, 4) # päivittäisten cappuccinojen määrä\n",
"flush = [np.nan, 7, 30] # boilerin tyhjennysväli päivissä\n",
"threshold = 5 # kalkinpoiston raja-arvo [g muodostunutta kalkkia]\n",
"\n",
"ax_S = []\n",
"ax_H_A = []\n",
"\n",
"for i, c in enumerate(cappuccinos):\n",
" for j, f in enumerate(flush):\n",
" plt.sca(ax[i, j])\n",
" yearly_scale, ax1, ax2 = simulated_scaling(H, A, T, days=365, cappuccinos=c, flush=f)\n",
" plt.title(f'{c} cappuccinoa päivässä {f} päivän huuhteluvälillä\\n'\n",
" f'Kalkkia kertyy vuodessa: {yearly_scale / 1000:.2f} g\\n'\n",
" f'Kalkinpoisto tulisi tehdä {int(threshold / (yearly_scale / 1000))} vuoden välein.')\n",
" ax_S.append(ax1)\n",
" ax_H_A.append(ax2)\n",
" \n",
"# Skaalataan kaikki kuvaajat samoin\n",
"ax_S[0].get_shared_y_axes().join(*ax_S)\n",
"[ax.autoscale() for ax in ax_S]\n",
"ax_H_A[0].get_shared_y_axes().join(*ax_H_A)\n",
"[ax.autoscale() for ax in ax_H_A]\n",
"\n",
"fig.tight_layout()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Tämän pseudotieteellisen tarkastelun perusteella olen henkilökohtaisesti päätynyt ratkaisuun, jossa vaihdan höyryboilerin veden kerran kuukaudessa, mutta en ole kovinkaan huolissani kalkinmuodostumisesta. Omalla käytölläni kalkinpoisto olisi ajankohtainen joskus 10-20 vuoden kuluttua, enkä ole kovinkaan varma, että omistaisin nykyisen koneeni enää siinä vaiheessa. Mikäli näin on, voin hyvillä mielin noutaa maustehyllyltä muutaman pussin sitruunahappoa ja lutrata hetken.\n",
"\n",
"Koin mielenkiintoiseksi havainnon, jossa boilerin veden ajoittainen vaihtaminen ei välttämättä edes vähennä muodostuneen kalkin määrää. Näin siksi, että veden alkaliteetti boilerissa laskee niin alhaiseksi, ettei kalkkia pääse muodostumaan. Efekti on vahvempi suuremmilla päivittäisillä cappuccino määrillä, mutta jokin tässä toimintamallissa tuntuisi jokatapauksessa _hyvin_ väärältä.\n",
"\n",
"22.3.2021 – tpm"
]
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 3",
"language": "python",
"name": "python3"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.9.1"
}
},
"nbformat": 4,
"nbformat_minor": 2
}
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